data:image/png;base64,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:executa no modo turbo _
generate a list of samples representing a sine wave at the given frequency, duration and sample ratept:as amostras de som com _ Hz de _ s amostrado a _ Hz
ca:_ Hz durant _ segons amb mostreig de _ Hz
440a 55=55
a 110=110
a 220=220
a 440=440
a 880=880
a 1760=1760
a 3520=352014410022.05 kHz=22050
44.1 kHz=44100
88.2 kHz=88200
96 kHz=96000pt:π
pt:_ radianos em graus
ca:graus de _ radiants
0.5pt:o som _
ca:so de nom _
§_soundsMenuquickly plot the samples of a sound, a list of samples (single channel), or a list of lists (multiple channels) to the stage at a lower resolution.pt:desenha o gráfico do som _
ca:dibuixa el so _
§_soundsMenu1offset-2records an audio snippet and reports it as a new sound, or zero if the user cancelspt:$circleSolid-1-255-0-0 uma nova gravação
ca:$circleSolid-1-255-0-0 enregistra
pt:a nota com _ Hz
ca:nota de _ Hz
440pt:a frequência da nota _
ca:freqüència (hz) de la nota _
69pt:o nome da nota _
ca:nom de la nota _
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CBAgIsB8gQIAAAQKBgAAH6CYJECBAgIAA+wECBAgQIBAICHCAbpIAAQIECByxcQFpoRMBzwAAAABJRU5ErkJggg==3771.72918859275996000